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David builds a solid using 8 unit cubes. The front view is shown.

Find the greatest number of unit cubes David can add to the solid without changing the front view and side view.

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The greatest number of unit cubes David can add is:

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The greatest number of unit cubes David can add is:

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Which one Student Outcome have you demonstrated today? Share why you say so.

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Which one Student Outcome have you demonstrated today? Share why you say so.

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Add a comment under the Student Outcome you select.

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Submit your responses.

Remember to write your name in the subject.

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Using unit cubes, form a solid that has the following front, top and side views.

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Using unit cubes, form a solid that has the following front, top and side views.

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Take a photo of your solid and upload it here! Remember to write your group number in the subject.

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1) Download this template

2) Fill in your answers

3) Save and upload your answers - remember to write your group number in the subject

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1) Download this template

2) Fill in your answers

3) Save and upload your answers - remember to write your group number in the subject

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1) Download this template

2) Fill in your answers

3) Save and upload your answers - remember to write your group number in the subject

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Jurong Primary School

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MBS Hotel

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Le Grande Arche

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Why do you think different views matter in real life?

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Solid A

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Solid B

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Group 3

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Group 3

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Solid C

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Group 3

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group 1

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Ken is correct. The side view is different than the front and top views.

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Xinyi is correct as the figure looks different from different views therefore Xinyi is correct.

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Xinyi is correct because when you look at the cubes from different views it will look different.

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Xinyi is correct.

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Ken and Raju are correct as the top,front and side views are the same. It is an L-shape on each of the sides just different orientations.

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Xinyi as the front view, the side view and the top view are all viewed from different angles thus their drawings are different

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as they show the same number of cubes in different views, it is in different angles for the cubes and in conclusion, the answer is Xinyi

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Xinyi is correct, the top ,side and front view are different.

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Xinyi

The view of the figure from the top,front and side view are the same but in different orientation,thus Ken is wrong

The front view and the side view are not the same as the part sticking out is on differnt sides,thus Raju is wrong

So the only person right is Xinyi

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Xinyi

The view of the figure from the top,front and side view are the same but in different orientation,thus Ken is wrong

The front view and the side view are not the same as the part sticking out is on differnt sides,thus Raju is wrong

So the only person right is Xinyi

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only Xinyi is right because even though all the sides are "L" shaped,they are in different orientations.

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Why I Think Different Views Matter In  Real Life

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Why I Think Different Views Matter In  Real Life

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Because without Different views , people wouldn't Be able to how each of a thing will look like and how to make it,esc;If builders are building a house , they will need a rough idea about the different views and draw a blueprint, then start building the house according to the blueprint.

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Bc they're in different orientations

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Xinyi

The number of squares in the different views are the same but are i different orientations

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Build the solid challenge

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Build the solid challenge

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Build the solid challenge

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xinyi is correct

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Xinyi is correct.

All of the views are L shaped but they are in different orientations and so Xinyi is correct

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Xinyi is correct as no matter which orientation you look at it from, it will be different.